In: Accounting
4
Woodsman Company sells a product for $220 per unit. The variable cost is $120 per unit, and fixed costs are $520,000.
Determine (a) the break-even point in sales units and (b) the break-even point in sales units if the company desires a target profit of $202,800.
a. Break-even point in sales units | units | |
b. Break-even point in sales units if the company desires a target profit of $202,800 | units |
a. Break-even point in sales units | 5200 | units |
b. Break-even point in sales units if the company desires a target profit of $202,800 | 7228 | units |
Requirement A working
A | Sale Price per unit | $ 220.00 |
B | Variable Cost per Unit | $ 120.00 |
C=A x B | Unit Contribution | $ 100.00 |
D | Total Fixed cost | $ 5,20,000.00 |
E=D/C | Breakeven point in units | 5200.00 |
Requirement b working
A | Sale Price per unit | $ 220.00 |
B | Variable Cost per Unit | $ 120.00 |
C=A x B | Unit Contribution | $ 100.00 |
D | Total Fixed cost Plus desired profit | $ 7,22,800.00 |
E=D/C | Breakeven point in units | 7228.00 |